Turn course notes into a study guide, make flashcards and work through a difficult step with a hint. Build practice around the topics and time you actually have.
A linear function has the form y = mx + b. The slope m is the change in y for a one-unit increase in x. The intercept b is the value of y when x = 0. For y = 3x + 2, the slope is 3 and the intercept is 2.
Worked example and practice scope
Worked example: for y = 3x + 2 and x = 4, substitute 4 for x, multiply 3 by 4, then add 2. Practice: find y when x = 0 and when x = -1. State the slope and intercept before calculating.
Learner attempt
The learner wrote: y = 3(4) + 2 = 12. The multiplication is correct, but the final addition was omitted. This is a practice exercise, not a graded submission.
Revision-availability.csv
Available slots
Monday 18:00–18:30; Tuesday 18:00–18:30; Wednesday 18:00–18:30; Thursday 18:00–18:30. All times are local. Total available study time is 120 minutes.
Revision focus
Review slope and intercept first, then substitution, then negative inputs, then a short mixed self-check. Do not add sessions outside the supplied availability.
Build study cards from the course excerpt
Move x on the graph, inspect the substitution and reveal the separate answer checks.
y = mx + b m = 3: y increases by 3 when x increases by 1. b = 2: when x = 0, y = 2.
Linear-functions-course-notes.txt
Try these before opening the answers
For y = 3x + 2, calculate y at x = 0. Now calculate y at x = -1. Which number is the slope, and which is the intercept?
Linear-functions-course-notes.txt
Check your reasoning
x = 0: y = 3(0) + 2 = 2. x = -1: y = 3(-1) + 2 = -1. Slope = 3; intercept = 2.
Linear-functions-course-notes.txt
Interactive graph
Choose a whole-number input from -2 through 4. The graph marks (x, 3x + 2) and displays the substitution step. Answer checks stay hidden until you open them.
Linear-functions-course-notes.txt
Interactive practice grounded in the supplied course excerpt. Move the input, then reveal answer checks when ready.
Read the prompt and inspect the full example
Move x on the graph, inspect the substitution and reveal the separate answer checks.
A linear function has the form y = mx + b. The slope m is the change in y for a one-unit increase in x. The intercept b is the value of y when x = 0. For y = 3x + 2, the slope is 3 and the intercept is 2.
Worked example and practice scope
Worked example: for y = 3x + 2 and x = 4, substitute 4 for x, multiply 3 by 4, then add 2. Practice: find y when x = 0 and when x = -1. State the slope and intercept before calculating.
Learner attempt
The learner wrote: y = 3(4) + 2 = 12. The multiplication is correct, but the final addition was omitted. This is a practice exercise, not a graded submission.
Find the missing step in my algebra attempt
Explain why the final addition matters, then give me a similar practice question.
A linear function has the form y = mx + b. The slope m is the change in y for a one-unit increase in x. The intercept b is the value of y when x = 0. For y = 3x + 2, the slope is 3 and the intercept is 2.
Worked example and practice scope
Worked example: for y = 3x + 2 and x = 4, substitute 4 for x, multiply 3 by 4, then add 2. Practice: find y when x = 0 and when x = -1. State the slope and intercept before calculating.
Learner attempt
The learner wrote: y = 3(4) + 2 = 12. The multiplication is correct, but the final addition was omitted. This is a practice exercise, not a graded submission.
About these examples
Build study guides and practice difficult concepts
Open an example to inspect the prompt, sample inputs and completed result.
A useful result, with the details behind it
Plan four focused algebra study sessions
Fit slope, substitution and self-checks into four 30-minute evening slots.
Add your course excerpt, learning goals and available study times before sending.
For the Chat explanation, add your course excerpt and learning level before sending.
Read all source material
Linear-functions-course-notes.txt
The course rule
A linear function has the form y = mx + b. The slope m is the change in y for a one-unit increase in x. The intercept b is the value of y when x = 0. For y = 3x + 2, the slope is 3 and the intercept is 2.
Worked example and practice scope
Worked example: for y = 3x + 2 and x = 4, substitute 4 for x, multiply 3 by 4, then add 2. Practice: find y when x = 0 and when x = -1. State the slope and intercept before calculating.
Learner attempt
The learner wrote: y = 3(4) + 2 = 12. The multiplication is correct, but the final addition was omitted. This is a practice exercise, not a graded submission.
Revision-availability.csv
Available slots
Monday 18:00–18:30; Tuesday 18:00–18:30; Wednesday 18:00–18:30; Thursday 18:00–18:30. All times are local. Total available study time is 120 minutes.
Revision focus
Review slope and intercept first, then substitution, then negative inputs, then a short mixed self-check. Do not add sessions outside the supplied availability.
Build a study plan
Fit slope, substitution and self-checks into four 30-minute evening slots.
Improve a study plan and explanation
Compare the draft with a focused revision, keeping the source facts in view.
Try one focused revision
Suggested follow-up using the same source facts.
Focused follow-up
What change should I ask for?
Turn the explanation into one practice hint. Keep slope 3 and intercept 2; ask the learner to work out a value instead of giving every answer.
Original excerpt
What does the existing example say?
y = mx + b m = 3: y increases by 3 when x increases by 1. b = 2: when x = 0, y = 2.
Suggested revision
What could that revision look like?
For y = 3x + 2, the slope is 3 and the intercept is 2. When x increases by 1, how much does y change, and what value do you get when x = 4? Show your substitution before checking.
Use Chat to discuss the request and refine the result with follow-up questions.
Deliverable: Explanation and practice question
What to provide
Your course excerpt, current understanding and learning level
Example prompt
Explain the concept in this course excerpt using a concrete example, then ask me one practice question. Distinguish what the source says from an analogy and wait for my attempt before giving a worked answer.
What to check
Check against course sources
Try the questions yourself
Follow academic integrity rules
Work
Plan four focused algebra study sessions
Fit slope, substitution and self-checks into four 30-minute evening slots.
Use Work to create the named sample file and review it alongside the conversation.
Deliverable: Linear-functions-revision-plan.csv
What to provide
Linear-functions-course-notes.txt
Revision-availability.csv
Example prompt
Create Linear-functions-revision-plan.csv from Linear-functions-course-notes.txt and Revision-availability.csv. Use only the four supplied local-time slots. Sequence slope/intercept, substitution, negative inputs and a mixed self-check. Keep the total at 120 minutes; do not promise an exam result.
What to check
Inspect the supplied input files
Check the result against the source material
Review and adapt the result before using it
Work
Build study cards from the course excerpt
Move x on the graph, inspect the substitution and reveal the separate answer checks.
Use Work to create the named sample file and review it alongside the conversation.
Deliverable: Linear-functions-study-cards.html
What to provide
Linear-functions-course-notes.txt
Example prompt
Create Linear-functions-study-cards.html from Linear-functions-course-notes.txt. Build a responsive study tool with an SVG graph of y = 3x + 2, a keyboard-accessible whole-number input from -2 through 4, and a displayed substitution step. Add practice questions at x = 0 and x = -1 with separate answer checks that start hidden. Preserve the supplied definitions and cite the course excerpt. Use no external services or graded-assignment claims.
What to check
Inspect the supplied input files
Check the result against the source material
Review and adapt the result before using it
Chat
Find the missing step in my algebra attempt
Explain why the final addition matters, then give me a similar practice question.
Use Chat to discuss the supplied material and inspect each reasoning step.
Deliverable: Linear-functions-feedback.txt
What to provide
Linear-functions-course-notes.txt
Example prompt
Using Linear-functions-course-notes.txt, review the supplied attempt y = 3(4) + 2 = 12. Identify the first incorrect step, explain it using the course rule, and give a similar practice question to try. This is practice, not a graded assignment.
What to check
Inspect the supplied input files
Check the result against the source material
Review and adapt the result before using it
More prompts
Chat
Check my solution method
Feedback on the learner's reasoning, with a targeted hint instead of a replacement submission.
Use Chat to discuss the request and refine the result with follow-up questions.
Deliverable: Feedback on reasoning
What to provide
The exercise, your attempt and permitted assistance rules
Example prompt
Review my attempted solution and identify the first step that needs correction. Explain why using the supplied course method, then give a hint for the next step rather than writing a submission-ready answer for me.
What to check
Check against course sources
Try the questions yourself
Follow academic integrity rules
Work
Build an editable study guide
An editable study guide with source-linked practice questions and a separate answer section.
Use Work to build and revise Study guide.docx from your source material.
Deliverable: Study guide.docx
What to provide
Course notes, learning objectives and exam scope
Example prompt
Create a study document with definitions, concept links and practice questions drawn from my course notes. Put answers in a separate section with source references. Flag missing material instead of inventing exam requirements. Deliver "Study guide.docx" as the requested editable artifact. Ask for missing source material rather than inventing facts.
What to check
Check against course sources
Try the questions yourself
Follow academic integrity rules
Work
Create a revision schedule
A revision workbook grounded in the learner's actual schedule and course topics.
Use Work to build and revise Revision schedule.xlsx from your source material.
Deliverable: Revision schedule.xlsx
What to provide
Confirmed exam dates, topic list and realistic available study time
Example prompt
Build a revision workbook with topics, practice tasks, confirmed exam dates and review sessions within my stated availability. Include progress fields and a summary formula; do not assume unlimited time or create calendar events. Deliver "Revision schedule.xlsx" as the requested editable artifact. Ask for missing source material rather than inventing facts.
Can Gab AI make a study guide from my course notes?
Attach the notes, learning objectives and topics you need to review. Ask Work for a guide with explanations, practice questions and a separate answer section. Check the result against the material you supplied.
Can it help me understand a mistake in my working?
Share your attempt and course rule. Ask Chat to identify the first incorrect step and give a hint before the completed solution. For y = 3x + 2 at x = 4, check multiplication and the final addition separately, then try a similar question. Follow your course’s rules for AI assistance.
Does the revision plan use my actual availability?
Yes, if you supply it. The sample uses four 30-minute slots and totals 120 minutes. For your own plan, include dates, local times, deadlines and topics; check that the result fits them.
What can I try in the study examples?
Explore the sample revision plan and study cards, change the graph input and reveal an answer check after trying it yourself. Adapt a prompt with your own course notes to prepare a new guide or explanation.
How can Gab AI help me practice instead of doing the work for me?
Try a question first, explain your reasoning and ask Chat for a hint about the step you missed. The study-card example lets you move the input and reveal answer checks when you are ready. Work through a fresh question yourself and compare the explanation with your course notes.
Can I use Gab AI for my coursework?
Check the rules for your course and assignment before using it. Ask your instructor if permitted assistance or disclosure requirements are unclear. These examples demonstrate practice and feedback; they do not establish permission to use generated work in a graded submission.
Can I start in Chat, or do I need Work?
Use Chat for questions and text drafts. Choose Work when you want a project with tools and editable files. Work requires Plus and uses credits; see Pricing for plans and allowances. Opening a draft does not send it or attach the example files.
